The sum of the first 65 term of AP is 3900. Find the 334 term.

Question

The sum of the first 65 term of AP is 3900. Find the 334 term.​

Adalyn · Answer

Step-by-step explanation:   s65 = 3900  sn = n/2[2a + (n-1)d]  s65 = 65/2[2a + (65-1)d]  3900 = 65/2[2a + 64d]  3900 = 65/2 × 2[a+ 32d]  3900 = 65[a + 32d]  3900/65 = a + 32d  a + 32d = 60   now, tn = a + (n-1) d  t334 = a + (334-1) d  t334 = a+ 333d  putting the value of a + 32d  t334 = 60

Maria

if
xy = 180 and HCF (y) =3.
Then Find The
LCM

15. Find Taylor’s expansion of the function f (x, y) = exy at(1, 1) uptothird
degree terms.

1 thought on “The sum of the first 65 term of AP is 3900. Find the 334 term.”

Leave a Comment Cancel reply